using the information down below generate graphs of the position-time, velocity-time, and acceleration-time data

Please show your solution using the formulas in the picture. Thank you! QUESTION:  A boy throws a stone upward from the top of a building with an initial velocity of 20 m/s. The building is 50 m high. Determine: a.) time needed for the stone to reach maximum height b.) maximum height c.) time needed for the stone to reach the level of the thrower d.) velocity of the stone at this instant

not changing Learning Goal: To understand the distinction between velocity and acceleration with the use of motion diagrams. Previous Answers In common usage, velocity and acceleration both can imply having considerable speed. In physics, they are sharply defined concepts that are not at all synonymous. Distinguishing clearly between them is a prerequisite to understanding motion. Moreover, an easy way to study motion is to draw a motion diagram, in which the position of the object in motion is sketched at several equally spaced instants of time, and these sketches (or napshots) are combined into one single picture. Correct While the ball is in free fall, the magnitude of its velocity is increasing, so the ball is accelerating. Part B In this problem, we make use of these concepts to study the motion of a power ball. This discussion assumes that we have already agreed on a coordinate system from which to measure the position r (t) (also called the Since the length of v is directly…

Please only tapy answer

Posting second time , Previous answer was copied so i reported. Please show clear steps

For a body in constant acceleration motion, which of the numbered curves above could have the right shape if this is a velocity versus time graph? How about if it is a position versus time graph? An acceleration versus time graph

An object is thrown straight up with an initial velocity Vi. The graph represents the object’s vertical displacement as a function of time. Use the graph to the right, at what time the object reaches its maximum height?

Does height have an effect on the average velocity of a dropped object? Given the chart can you make a conclusion- I filled out the last column it was originally blank  (when I did this I found average velocity to be inversely proportional because the average velocity slightly decreased as height increased) is this correct? I'm having trouble

The figure above shows a velocity vs. time graph for an object. What is the object's displacement (in m) from time 'B' to time 'C'?

A car is moving along a straightstretch of road. The acceleration of the car is given by the graphshown. Assume that the velocity of the car is always positive.At what time was the car moving most rapidly? Explain. Source: Larry Taylor.